top of page

NCEA Level 3 Calculus Video Tutorials

Complex Numbers

 

Change Surds to Rational Numbers

Reading Argand Diagrams

Subtracting/Multiplying Real/Imaginary numbers.

Convert 1/(1+i) into the form a+bi

Polar to Rectangular

Rectangular to Polar.

Synthetic Division

De Moivres.

Dividing Polar Form 

What is rcis@, z , Conjugate z ,i (i Squared), Polar and Rectangular Form.

 

Differentiation

Differentiation
Introduction Video

Introduction Video

Basic Differentiation

Basic Differentiation

• Basic Differentiation (Exponentials and Natural

Basic Differentiation (Exponentials and Natural Logs)

Chain Rule

Chain Rule (Including Surds)

Basic Differentiation (Trig)

Basic Differentiation (Trig)

Product Rule (Pilot)

Product Rule (Pilot)

Quotient Rule

Quotient Rule

Gradients

Gradients

Tangents

Tangents

Perpendicular

Perpendicular

Stationary Points (Max, Min, 2nd Derivative)

Stationary Points (Max, Min, 2nd Derivative)

 

 

 

 

 

 

 

 

 

Rates of Change

Rates of Change

Parametric Differentiation

Parametric Differentiation

Implicit Differentiation

Implicit Differentiation

Identifying points on a graph

Identifying points on a graph (Continuous, Discontinuous, Limits, Concave, Convex)

Intergration

Intergration

Basic Integration (Other)

Basic Integration (Other)

Basic Integration (Exponentials and Natural Logs

Basic Integration (Exponentials and Natural Logs)

Integration via Substitution

Integration via Substitution

Trapezium Rule

Trapezium Rule

Simpson’s Rule

Simpson’s Rule

Area under the curve

Area under the curve

Differential Equations (Basics- Proportionality)

Differential Equations (Basics- Proportionality)

Change Surds to Rational Numbers

Complex Numbers

Change of surds to rational numbers

Change Surds to Rational Numbers

Reading Argand Diagrams

Reading Argand Diagrams

Subtracting/Multiplying Real/Imaginary numbers.

Subtracting/Multiplying Real/Imaginary numbers.

Convert 1/(1+i) into the form a+bi

Convert 1/(1+i) into the form a+bi

© 2023 by Name of Site. Proudly created with Wix.com

bottom of page